{
  "nbformat": 4,
  "nbformat_minor": 0,
  "metadata": {
    "colab": {
      "provenance": [],
      "toc_visible": true
    },
    "kernelspec": {
      "name": "python3",
      "display_name": "Python 3"
    },
    "language_info": {
      "name": "python"
    }
  },
  "cells": [
    {
      "cell_type": "markdown",
      "source": [
        "# **Elliptic++ Transactions Dataset**\n",
        "\n",
        "\n",
        "---\n",
        "---\n",
        "\n",
        "\n",
        "Released by: Youssef Elmougy, Ling Liu\n",
        "\n",
        "\n",
        "\n",
        "School of Computer Science, Georgia Institute of Technology\n",
        "\n",
        "Contact: yelmougy3@gatech.edu\n",
        "\n",
        "\n",
        "---\n",
        "\n",
        "Github Repository: [https://www.github.com/git-disl/EllipticPlusPlus](https://www.github.com/git-disl/EllipticPlusPlus)\n",
        "\n",
        "\n",
        "If you use our dataset in your work, please cite our paper:\n",
        "\n",
        "\n",
        "\n",
        "\n",
        "\n",
        ">> Youssef Elmougy and Ling Liu. 2023. Demystifying Fraudulent Transactions and Illicit Nodes in the Bitcoin Network for Financial Forensics.\n",
        "\n",
        "---\n",
        "\n"
      ],
      "metadata": {
        "id": "O34u-DVsX4jx"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "## [SETUP] Import libraries and csv files "
      ],
      "metadata": {
        "id": "ReHrhaPiaiI-"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "Download dataset from: [https://www.github.com/git-disl/EllipticPlusPlus](https://www.github.com/git-disl/EllipticPlusPlus)"
      ],
      "metadata": {
        "id": "TLi0Zc7j6Rb6"
      }
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "eUbJT_J-A1Mw",
        "outputId": "6e64f92e-3bac-4dbc-b4f2-d57489140473"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Mounted at /content/drive\n"
          ]
        }
      ],
      "source": [
        "from google.colab import drive\n",
        "drive.mount('/content/drive')\n",
        "!cp drive/My\\ Drive/Elliptic++\\ Dataset/txs_features.csv ./\n",
        "!cp drive/My\\ Drive/Elliptic++\\ Dataset/txs_classes.csv ./\n",
        "!cp drive/My\\ Drive/Elliptic++\\ Dataset/txs_edgelist.csv ./"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "id": "kz7WtWhG6MtI",
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "outputId": "ba02acc2-6f29-4d71-c5df-2d6bc5c61453"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Looking in indexes: https://pypi.org/simple, https://us-python.pkg.dev/colab-wheels/public/simple/\n",
            "Requirement already satisfied: ipython in /usr/local/lib/python3.8/dist-packages (8.9.0)\n",
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            "Requirement already satisfied: ptyprocess>=0.5 in /usr/local/lib/python3.8/dist-packages (from pexpect>4.3->ipython) (0.7.0)\n",
            "Requirement already satisfied: wcwidth in /usr/local/lib/python3.8/dist-packages (from prompt-toolkit<3.1.0,>=3.0.30->ipython) (0.2.5)\n",
            "Requirement already satisfied: executing>=1.2.0 in /usr/local/lib/python3.8/dist-packages (from stack-data->ipython) (1.2.0)\n",
            "Requirement already satisfied: asttokens>=2.1.0 in /usr/local/lib/python3.8/dist-packages (from stack-data->ipython) (2.2.1)\n",
            "Requirement already satisfied: pure-eval in /usr/local/lib/python3.8/dist-packages (from stack-data->ipython) (0.2.2)\n",
            "Requirement already satisfied: six in /usr/local/lib/python3.8/dist-packages (from asttokens>=2.1.0->stack-data->ipython) (1.15.0)\n"
          ]
        }
      ],
      "source": [
        "import numpy as np\n",
        "import pandas as pd\n",
        "import matplotlib.pyplot as plt\n",
        "import seaborn as sns\n",
        "import networkx as nx\n",
        "import plotly.graph_objs as go \n",
        "import plotly.offline as py \n",
        "import math\n",
        "\n",
        "!pip install -U ipython \n",
        "from IPython.core.interactiveshell import InteractiveShell\n",
        "InteractiveShell.ast_node_interactivity = 'all'"
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "from sklearn.model_selection import train_test_split\n",
        "from sklearn.ensemble import RandomForestClassifier\n",
        "from sklearn.metrics import precision_recall_fscore_support\n",
        "from sklearn.model_selection import train_test_split\n",
        "from sklearn.linear_model import LogisticRegression\n",
        "from sklearn.neural_network import MLPClassifier\n",
        "from sklearn.metrics import f1_score, accuracy_score, confusion_matrix\n",
        "from sklearn.cluster import KMeans\n",
        "from sklearn.model_selection import GridSearchCV\n",
        "from sklearn.preprocessing import MinMaxScaler\n",
        "from sklearn.ensemble import VotingClassifier\n",
        "from sklearn.base import clone \n",
        "\n",
        "import xgboost as xgb"
      ],
      "metadata": {
        "id": "TKJFAkVLp34j"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "!pip install eli5\n",
        "import eli5\n",
        "from eli5.sklearn import PermutationImportance"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "bRW1hh3S4pbS",
        "outputId": "af64ff37-eb12-4dd8-faba-628b9b695aec"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Looking in indexes: https://pypi.org/simple, https://us-python.pkg.dev/colab-wheels/public/simple/\n",
            "Collecting eli5\n",
            "  Downloading eli5-0.13.0.tar.gz (216 kB)\n",
            "\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m216.2/216.2 KB\u001b[0m \u001b[31m15.4 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n",
            "\u001b[?25h  Preparing metadata (setup.py) ... \u001b[?25l\u001b[?25hdone\n",
            "Requirement already satisfied: attrs>17.1.0 in /usr/local/lib/python3.8/dist-packages (from eli5) (22.2.0)\n",
            "Collecting jinja2>=3.0.0\n",
            "  Downloading Jinja2-3.1.2-py3-none-any.whl (133 kB)\n",
            "\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m133.1/133.1 KB\u001b[0m \u001b[31m15.8 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n",
            "\u001b[?25hRequirement already satisfied: numpy>=1.9.0 in /usr/local/lib/python3.8/dist-packages (from eli5) (1.21.6)\n",
            "Requirement already satisfied: scipy in /usr/local/lib/python3.8/dist-packages (from eli5) (1.7.3)\n",
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            "Requirement already satisfied: scikit-learn>=0.20 in /usr/local/lib/python3.8/dist-packages (from eli5) (1.0.2)\n",
            "Requirement already satisfied: graphviz in /usr/local/lib/python3.8/dist-packages (from eli5) (0.10.1)\n",
            "Requirement already satisfied: tabulate>=0.7.7 in /usr/local/lib/python3.8/dist-packages (from eli5) (0.8.10)\n",
            "Requirement already satisfied: MarkupSafe>=2.0 in /usr/local/lib/python3.8/dist-packages (from jinja2>=3.0.0->eli5) (2.0.1)\n",
            "Requirement already satisfied: threadpoolctl>=2.0.0 in /usr/local/lib/python3.8/dist-packages (from scikit-learn>=0.20->eli5) (3.1.0)\n",
            "Requirement already satisfied: joblib>=0.11 in /usr/local/lib/python3.8/dist-packages (from scikit-learn>=0.20->eli5) (1.2.0)\n",
            "Building wheels for collected packages: eli5\n",
            "  Building wheel for eli5 (setup.py) ... \u001b[?25l\u001b[?25hdone\n",
            "  Created wheel for eli5: filename=eli5-0.13.0-py2.py3-none-any.whl size=107748 sha256=138c7b7afc731dc3a39e6bd4e82b7a9fa2f965be699cbe7c19820bc09cf8bfa4\n",
            "  Stored in directory: /root/.cache/pip/wheels/85/ac/25/ffcd87ef8f9b1eec324fdf339359be71f22612459d8c75d89c\n",
            "Successfully built eli5\n",
            "Installing collected packages: jinja2, eli5\n",
            "  Attempting uninstall: jinja2\n",
            "    Found existing installation: Jinja2 2.11.3\n",
            "    Uninstalling Jinja2-2.11.3:\n",
            "      Successfully uninstalled Jinja2-2.11.3\n",
            "\u001b[31mERROR: pip's dependency resolver does not currently take into account all the packages that are installed. This behaviour is the source of the following dependency conflicts.\n",
            "notebook 5.7.16 requires jinja2<=3.0.0, but you have jinja2 3.1.2 which is incompatible.\n",
            "google-colab 1.0.0 requires ipython~=7.9.0, but you have ipython 8.9.0 which is incompatible.\n",
            "flask 1.1.4 requires Jinja2<3.0,>=2.10.1, but you have jinja2 3.1.2 which is incompatible.\u001b[0m\u001b[31m\n",
            "\u001b[0mSuccessfully installed eli5-0.13.0 jinja2-3.1.2\n"
          ]
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "## Transactions Dataset Overview\n",
        "\n",
        "\n",
        "---\n",
        "\n",
        "This section loads the 3 csv files (txs_features, txs_classes, txs_edgelist) and provides a quick overview of the dataset structure and features."
      ],
      "metadata": {
        "id": "y3JLmL3SfJqP"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "Load saved transactions dataset csv files:"
      ],
      "metadata": {
        "id": "ZcdjXmV8gr8S"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "print(\"\\nTransaction features: \\n\")\n",
        "df_txs_features = pd.read_csv(\"txs_features.csv\")\n",
        "df_txs_features\n",
        "\n",
        "print(\"\\nTransaction classes: \\n\")\n",
        "df_txs_classes = pd.read_csv(\"txs_classes.csv\")\n",
        "df_txs_classes\n",
        "\n",
        "print(\"\\nTransaction-Transaction edgelist: \\n\")\n",
        "df_txs_edgelist = pd.read_csv(\"txs_edgelist.csv\")\n",
        "df_txs_edgelist"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 1000
        },
        "id": "dNNEwGmae2Eo",
        "outputId": "3ed76d40-095b-42dc-8362-5eb54958b88a"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "\n",
            "Transaction features: \n",
            "\n"
          ]
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "             txId  Time step  Local_feature_1  Local_feature_2  \\\n",
              "0            3321          1        -0.169615        -0.184668   \n",
              "1           11108          1        -0.137586        -0.184668   \n",
              "2           51816          1        -0.170103        -0.184668   \n",
              "3           68869          1        -0.114267        -0.184668   \n",
              "4           89273          1         5.202107        -0.210553   \n",
              "...           ...        ...              ...              ...   \n",
              "203764  158304003         49        -0.165622        -0.139563   \n",
              "203765  158303998         49        -0.167040        -0.139563   \n",
              "203766  158303966         49        -0.167040        -0.139563   \n",
              "203767  161526077         49        -0.172212        -0.139573   \n",
              "203768  194103537         49        -0.172212        -0.139573   \n",
              "\n",
              "        Local_feature_3  Local_feature_4  Local_feature_5  Local_feature_6  \\\n",
              "0             -1.201369        -0.121970        -0.043875        -0.113002   \n",
              "1             -1.201369        -0.121970        -0.043875        -0.113002   \n",
              "2             -1.201369        -0.121970        -0.043875        -0.113002   \n",
              "3             -1.201369         0.028105        -0.043875        -0.113002   \n",
              "4             -1.756361        -0.121970       260.090707        -0.113002   \n",
              "...                 ...              ...              ...              ...   \n",
              "203764         1.018602        -0.121970        -0.043875        -0.113002   \n",
              "203765         1.018602        -0.121970        -0.043875        -0.113002   \n",
              "203766         1.018602        -0.121970        -0.043875        -0.113002   \n",
              "203767         1.018602        -0.121970        -0.043875        -0.113002   \n",
              "203768         1.018602        -0.121970        -0.043875        -0.113002   \n",
              "\n",
              "        Local_feature_7  Local_feature_8  ...  in_BTC_min  in_BTC_max  \\\n",
              "0             -0.061584        -0.160199  ...    0.534072    0.534072   \n",
              "1             -0.061584        -0.127429  ...    5.611878    5.611878   \n",
              "2             -0.061584        -0.160699  ...    0.456608    0.456608   \n",
              "3              0.547008        -0.161652  ...    0.308900    8.000000   \n",
              "4             -0.061584         5.335864  ...  852.164680  852.164680   \n",
              "...                 ...              ...  ...         ...         ...   \n",
              "203764        -0.061584        -0.156113  ...         NaN         NaN   \n",
              "203765        -0.061584        -0.157564  ...         NaN         NaN   \n",
              "203766        -0.061584        -0.157564  ...         NaN         NaN   \n",
              "203767        -0.061584        -0.162856  ...         NaN         NaN   \n",
              "203768        -0.061584        -0.162856  ...         NaN         NaN   \n",
              "\n",
              "        in_BTC_mean  in_BTC_median  in_BTC_total   out_BTC_min  out_BTC_max  \\\n",
              "0          0.534072       0.534072      0.534072  1.668990e-01     0.367074   \n",
              "1          5.611878       5.611878      5.611878  5.861940e-01     5.025584   \n",
              "2          0.456608       0.456608      0.456608  2.279902e-01     0.228518   \n",
              "3          3.102967       1.000000      9.308900  1.229000e+00     8.079800   \n",
              "4        852.164680     852.164680    852.164680  1.300000e-07    41.264036   \n",
              "...             ...            ...           ...           ...          ...   \n",
              "203764          NaN            NaN           NaN           NaN          NaN   \n",
              "203765          NaN            NaN           NaN           NaN          NaN   \n",
              "203766          NaN            NaN           NaN           NaN          NaN   \n",
              "203767          NaN            NaN           NaN           NaN          NaN   \n",
              "203768          NaN            NaN           NaN           NaN          NaN   \n",
              "\n",
              "        out_BTC_mean  out_BTC_median  out_BTC_total  \n",
              "0           0.266986        0.266986       0.533972  \n",
              "1           2.805889        2.805889       5.611778  \n",
              "2           0.228254        0.228254       0.456508  \n",
              "3           4.654400        4.654400       9.308800  \n",
              "4           0.065016        0.000441     852.164680  \n",
              "...              ...             ...            ...  \n",
              "203764           NaN             NaN            NaN  \n",
              "203765           NaN             NaN            NaN  \n",
              "203766           NaN             NaN            NaN  \n",
              "203767           NaN             NaN            NaN  \n",
              "203768           NaN             NaN            NaN  \n",
              "\n",
              "[203769 rows x 184 columns]"
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              "      <th></th>\n",
              "      <th>txId</th>\n",
              "      <th>Time step</th>\n",
              "      <th>Local_feature_1</th>\n",
              "      <th>Local_feature_2</th>\n",
              "      <th>Local_feature_3</th>\n",
              "      <th>Local_feature_4</th>\n",
              "      <th>Local_feature_5</th>\n",
              "      <th>Local_feature_6</th>\n",
              "      <th>Local_feature_7</th>\n",
              "      <th>Local_feature_8</th>\n",
              "      <th>...</th>\n",
              "      <th>in_BTC_min</th>\n",
              "      <th>in_BTC_max</th>\n",
              "      <th>in_BTC_mean</th>\n",
              "      <th>in_BTC_median</th>\n",
              "      <th>in_BTC_total</th>\n",
              "      <th>out_BTC_min</th>\n",
              "      <th>out_BTC_max</th>\n",
              "      <th>out_BTC_mean</th>\n",
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              "      <td>-0.160199</td>\n",
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              "      <td>0.534072</td>\n",
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              "      <td>1.668990e-01</td>\n",
              "      <td>0.367074</td>\n",
              "      <td>0.266986</td>\n",
              "      <td>0.266986</td>\n",
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              "      <td>11108</td>\n",
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              "      <td>2.805889</td>\n",
              "      <td>2.805889</td>\n",
              "      <td>5.611778</td>\n",
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              "    <tr>\n",
              "      <th>2</th>\n",
              "      <td>51816</td>\n",
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              "      <td>-0.184668</td>\n",
              "      <td>-1.201369</td>\n",
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              "      <td>-0.113002</td>\n",
              "      <td>-0.061584</td>\n",
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              "      <td>...</td>\n",
              "      <td>0.456608</td>\n",
              "      <td>0.456608</td>\n",
              "      <td>0.456608</td>\n",
              "      <td>0.456608</td>\n",
              "      <td>0.456608</td>\n",
              "      <td>2.279902e-01</td>\n",
              "      <td>0.228518</td>\n",
              "      <td>0.228254</td>\n",
              "      <td>0.228254</td>\n",
              "      <td>0.456508</td>\n",
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              "      <td>-0.161652</td>\n",
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              "      <td>0.308900</td>\n",
              "      <td>8.000000</td>\n",
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              "      <td>1.000000</td>\n",
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              "      <td>1.229000e+00</td>\n",
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              "      <td>4.654400</td>\n",
              "      <td>4.654400</td>\n",
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          "metadata": {},
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      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "Data structure for an example transaction (txId = 272145560):"
      ],
      "metadata": {
        "id": "5Qw43a6xe9rN"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "print(\"\\ntxs_features.csv for txId = 272145560\\n\")\n",
        "df_txs_features[df_txs_features['txId']==272145560]\n",
        "\n",
        "print(\"\\ntxs_classes.csv for txId = 272145560\\n\")\n",
        "df_txs_classes[df_txs_classes['txId']==272145560]\n",
        "\n",
        "print(\"\\ntxs_edgelist.csv for txId = 272145560\\n\")\n",
        "df_txs_edgelist[(df_txs_edgelist['txId1']==272145560) | (df_txs_edgelist['txId2']==272145560)]"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 543
        },
        "id": "BHp9b7S1e1-F",
        "outputId": "757d6c2d-3c51-49f6-d0eb-2d701b52fc78"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "\n",
            "txs_features.csv for txId=272145560\n",
            "\n"
          ]
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "             txId  Time step  Local_feature_1  Local_feature_2  \\\n",
              "105573  272145560         24        -0.155493        -0.107012   \n",
              "\n",
              "        Local_feature_3  Local_feature_4  Local_feature_5  Local_feature_6  \\\n",
              "105573        -1.201369         -0.12197        -0.043875        -0.113002   \n",
              "\n",
              "        Local_feature_7  Local_feature_8  ...  in_BTC_min  in_BTC_max  \\\n",
              "105573        -0.061584        -0.145749  ...      2.7732      2.7732   \n",
              "\n",
              "        in_BTC_mean  in_BTC_median  in_BTC_total  out_BTC_min  out_BTC_max  \\\n",
              "105573       2.7732         2.7732        2.7732     0.001917     2.770883   \n",
              "\n",
              "        out_BTC_mean  out_BTC_median  out_BTC_total  \n",
              "105573        1.3864          1.3864         2.7728  \n",
              "\n",
              "[1 rows x 184 columns]"
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            "\n",
            "txs_classes.csv for txId=272145560\n",
            "\n"
          ]
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              "             txId  class\n",
              "105573  272145560      1"
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          "metadata": {},
          "execution_count": 5
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        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "\n",
            "txs_edgelist.csv for txId=272145560\n",
            "\n"
          ]
        },
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            "text/plain": [
              "            txId1      txId2\n",
              "123072  272145560  296926618\n",
              "123272  272145560  272145556\n",
              "125873  299475624  272145560"
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    {
      "cell_type": "markdown",
      "source": [
        "\n",
        "Transaction features --- 94 local features, 72 aggregate features, 17 augmented features:\n"
      ],
      "metadata": {
        "id": "moS6bxoLg1Pk"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "list(df_txs_features.columns)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "RpljxgT7k49T",
        "outputId": "916b4dda-11d6-4f92-f10d-3d7040f10ea8"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "['txId',\n",
              " 'Time step',\n",
              " 'class',\n",
              " 'Local_feature_1',\n",
              " 'Local_feature_2',\n",
              " 'Local_feature_3',\n",
              " 'Local_feature_4',\n",
              " 'Local_feature_5',\n",
              " 'Local_feature_6',\n",
              " 'Local_feature_7',\n",
              " 'Local_feature_8',\n",
              " 'Local_feature_9',\n",
              " 'Local_feature_10',\n",
              " 'Local_feature_11',\n",
              " 'Local_feature_12',\n",
              " 'Local_feature_13',\n",
              " 'Local_feature_14',\n",
              " 'Local_feature_15',\n",
              " 'Local_feature_16',\n",
              " 'Local_feature_17',\n",
              " 'Local_feature_18',\n",
              " 'Local_feature_19',\n",
              " 'Local_feature_20',\n",
              " 'Local_feature_21',\n",
              " 'Local_feature_22',\n",
              " 'Local_feature_23',\n",
              " 'Local_feature_24',\n",
              " 'Local_feature_25',\n",
              " 'Local_feature_26',\n",
              " 'Local_feature_27',\n",
              " 'Local_feature_28',\n",
              " 'Local_feature_29',\n",
              " 'Local_feature_30',\n",
              " 'Local_feature_31',\n",
              " 'Local_feature_32',\n",
              " 'Local_feature_33',\n",
              " 'Local_feature_34',\n",
              " 'Local_feature_35',\n",
              " 'Local_feature_36',\n",
              " 'Local_feature_37',\n",
              " 'Local_feature_38',\n",
              " 'Local_feature_39',\n",
              " 'Local_feature_40',\n",
              " 'Local_feature_41',\n",
              " 'Local_feature_42',\n",
              " 'Local_feature_43',\n",
              " 'Local_feature_44',\n",
              " 'Local_feature_45',\n",
              " 'Local_feature_46',\n",
              " 'Local_feature_47',\n",
              " 'Local_feature_48',\n",
              " 'Local_feature_49',\n",
              " 'Local_feature_50',\n",
              " 'Local_feature_51',\n",
              " 'Local_feature_52',\n",
              " 'Local_feature_53',\n",
              " 'Local_feature_54',\n",
              " 'Local_feature_55',\n",
              " 'Local_feature_56',\n",
              " 'Local_feature_57',\n",
              " 'Local_feature_58',\n",
              " 'Local_feature_59',\n",
              " 'Local_feature_60',\n",
              " 'Local_feature_61',\n",
              " 'Local_feature_62',\n",
              " 'Local_feature_63',\n",
              " 'Local_feature_64',\n",
              " 'Local_feature_65',\n",
              " 'Local_feature_66',\n",
              " 'Local_feature_67',\n",
              " 'Local_feature_68',\n",
              " 'Local_feature_69',\n",
              " 'Local_feature_70',\n",
              " 'Local_feature_71',\n",
              " 'Local_feature_72',\n",
              " 'Local_feature_73',\n",
              " 'Local_feature_74',\n",
              " 'Local_feature_75',\n",
              " 'Local_feature_76',\n",
              " 'Local_feature_77',\n",
              " 'Local_feature_78',\n",
              " 'Local_feature_79',\n",
              " 'Local_feature_80',\n",
              " 'Local_feature_81',\n",
              " 'Local_feature_82',\n",
              " 'Local_feature_83',\n",
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              " 'Local_feature_85',\n",
              " 'Local_feature_86',\n",
              " 'Local_feature_87',\n",
              " 'Local_feature_88',\n",
              " 'Local_feature_89',\n",
              " 'Local_feature_90',\n",
              " 'Local_feature_91',\n",
              " 'Local_feature_92',\n",
              " 'Local_feature_93',\n",
              " 'Aggregate_feature_1',\n",
              " 'Aggregate_feature_2',\n",
              " 'Aggregate_feature_3',\n",
              " 'Aggregate_feature_4',\n",
              " 'Aggregate_feature_5',\n",
              " 'Aggregate_feature_6',\n",
              " 'Aggregate_feature_7',\n",
              " 'Aggregate_feature_8',\n",
              " 'Aggregate_feature_9',\n",
              " 'Aggregate_feature_10',\n",
              " 'Aggregate_feature_11',\n",
              " 'Aggregate_feature_12',\n",
              " 'Aggregate_feature_13',\n",
              " 'Aggregate_feature_14',\n",
              " 'Aggregate_feature_15',\n",
              " 'Aggregate_feature_16',\n",
              " 'Aggregate_feature_17',\n",
              " 'Aggregate_feature_18',\n",
              " 'Aggregate_feature_19',\n",
              " 'Aggregate_feature_20',\n",
              " 'Aggregate_feature_21',\n",
              " 'Aggregate_feature_22',\n",
              " 'Aggregate_feature_23',\n",
              " 'Aggregate_feature_24',\n",
              " 'Aggregate_feature_25',\n",
              " 'Aggregate_feature_26',\n",
              " 'Aggregate_feature_27',\n",
              " 'Aggregate_feature_28',\n",
              " 'Aggregate_feature_29',\n",
              " 'Aggregate_feature_30',\n",
              " 'Aggregate_feature_31',\n",
              " 'Aggregate_feature_32',\n",
              " 'Aggregate_feature_33',\n",
              " 'Aggregate_feature_34',\n",
              " 'Aggregate_feature_35',\n",
              " 'Aggregate_feature_36',\n",
              " 'Aggregate_feature_37',\n",
              " 'Aggregate_feature_38',\n",
              " 'Aggregate_feature_39',\n",
              " 'Aggregate_feature_40',\n",
              " 'Aggregate_feature_41',\n",
              " 'Aggregate_feature_42',\n",
              " 'Aggregate_feature_43',\n",
              " 'Aggregate_feature_44',\n",
              " 'Aggregate_feature_45',\n",
              " 'Aggregate_feature_46',\n",
              " 'Aggregate_feature_47',\n",
              " 'Aggregate_feature_48',\n",
              " 'Aggregate_feature_49',\n",
              " 'Aggregate_feature_50',\n",
              " 'Aggregate_feature_51',\n",
              " 'Aggregate_feature_52',\n",
              " 'Aggregate_feature_53',\n",
              " 'Aggregate_feature_54',\n",
              " 'Aggregate_feature_55',\n",
              " 'Aggregate_feature_56',\n",
              " 'Aggregate_feature_57',\n",
              " 'Aggregate_feature_58',\n",
              " 'Aggregate_feature_59',\n",
              " 'Aggregate_feature_60',\n",
              " 'Aggregate_feature_61',\n",
              " 'Aggregate_feature_62',\n",
              " 'Aggregate_feature_63',\n",
              " 'Aggregate_feature_64',\n",
              " 'Aggregate_feature_65',\n",
              " 'Aggregate_feature_66',\n",
              " 'Aggregate_feature_67',\n",
              " 'Aggregate_feature_68',\n",
              " 'Aggregate_feature_69',\n",
              " 'Aggregate_feature_70',\n",
              " 'Aggregate_feature_71',\n",
              " 'Aggregate_feature_72',\n",
              " 'in_txs_degree',\n",
              " 'out_txs_degree',\n",
              " 'total_BTC',\n",
              " 'fees',\n",
              " 'size',\n",
              " 'num_input_addresses',\n",
              " 'num_output_addresses',\n",
              " 'in_BTC_min',\n",
              " 'in_BTC_max',\n",
              " 'in_BTC_mean',\n",
              " 'in_BTC_median',\n",
              " 'in_BTC_total',\n",
              " 'out_BTC_min',\n",
              " 'out_BTC_max',\n",
              " 'out_BTC_mean',\n",
              " 'out_BTC_median',\n",
              " 'out_BTC_total']"
            ]
          },
          "metadata": {},
          "execution_count": 21
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "## Dataset Statistics\n",
        "\n",
        "\n",
        "\n",
        "---\n",
        "\n",
        "\n",
        "\n",
        "This section gives overall transactions data statistics."
      ],
      "metadata": {
        "id": "x21Kd2-YZ65P"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "Node labels:\n",
        "\n",
        "\n",
        "```\n",
        "1: illicit \n",
        "2: licit\n",
        "3: unknown\n",
        "```\n",
        "\n"
      ],
      "metadata": {
        "id": "gOnKnJMeiNeg"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "Number of transactions by class:"
      ],
      "metadata": {
        "id": "ClDCJDZ0izi6"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "df_txs_features.insert(loc=2, column='class', value=df_txs_classes['class'])\n",
        "df_txs_features['class'].value_counts()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "5XAJnAGilcNJ",
        "outputId": "fbc0cd60-a249-4501-f414-d4d93af5099c"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "3    157205\n",
              "2     42019\n",
              "1      4545\n",
              "Name: class, dtype: int64"
            ]
          },
          "metadata": {},
          "execution_count": 7
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "txs_by_class = df_txs_features.groupby('class').count()\n",
        "plt.bar(['Ilicit', 'Licit', 'Unknown'], txs_by_class['txId'].values, color=['orange', 'r', 'g'] )"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 283
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      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<BarContainer object of 3 artists>"
            ]
          },
          "metadata": {},
          "execution_count": 23
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 432x288 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "Number of transactions by time step:"
      ],
      "metadata": {
        "id": "tynlRmARiw5M"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "total_txs = df_txs_features.groupby('Time step').count()\n",
        "illicit_txs = df_txs_features[df_txs_features['class']==1].groupby('Time step').count()\n",
        "licit_txs = df_txs_features[df_txs_features['class']==2].groupby('Time step').count()\n",
        "unknown_txs = df_txs_features[df_txs_features['class']==3].groupby('Time step').count()\n",
        "\n",
        "plt.title('Number of transactions by time step')\n",
        "plt.plot(total_txs['txId'], color='blue')\n",
        "plt.plot(illicit_txs['txId'], color='red')\n",
        "plt.plot(licit_txs['txId'], color='green')\n",
        "plt.plot(unknown_txs['txId'], color='gold')"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 317
        },
        "id": "EnLvRp3rlSTy",
        "outputId": "803d03d8-4431-486e-9760-5e4d8522f4f8"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "Text(0.5, 1.0, 'Number of transactions by time step')"
            ]
          },
          "metadata": {},
          "execution_count": 24
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "[<matplotlib.lines.Line2D at 0x7f0900665ee0>]"
            ]
          },
          "metadata": {},
          "execution_count": 24
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "[<matplotlib.lines.Line2D at 0x7f0900672370>]"
            ]
          },
          "metadata": {},
          "execution_count": 24
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "[<matplotlib.lines.Line2D at 0x7f0900672880>]"
            ]
          },
          "metadata": {},
          "execution_count": 24
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "[<matplotlib.lines.Line2D at 0x7f0900672ca0>]"
            ]
          },
          "metadata": {},
          "execution_count": 24
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 432x288 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "Distribution of the number of transactions by time step:\n",
        "\n",
        "**Training Set**: Time steps 1 to 34\n",
        "\n",
        "**Testing Set**: Time steps 35 to 49"
      ],
      "metadata": {
        "id": "tuhN9gvLjMXl"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "grouped_class = df_txs_features[['Time step','class']].groupby(['Time step','class']).size().to_frame().reset_index()\n",
        "\n",
        "timesteps = list(range(1,50))\n",
        "\n",
        "fig = go.Figure(data = [\n",
        "    go.Bar(name=\"Unknown (unlabelled)\",x=timesteps,y=grouped_class[grouped_class['class'] == 3][0],marker = dict(color = 'orange', line = dict(color = 'orange',width=1))),\n",
        "    go.Bar(name=\"Licit (non-fraud)\",x=timesteps,y=grouped_class[grouped_class['class'] == 2][0],marker = dict(color = 'green', line = dict(color = 'green',width=1))),\n",
        "    go.Bar(name=\"Illicit (fraud)\",x=timesteps,y=grouped_class[grouped_class['class'] == 1][0],marker = dict(color = 'red', line = dict(color = 'red',width=1)))\n",
        "])\n",
        "\n",
        "fig.update_layout(barmode='stack')"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 542
        },
        "id": "rEUpRALWk4ul",
        "outputId": "7416cc0e-8e0a-4800-849d-e31f51b846df"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/html": [
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      "source": [
        "Numerical distribution of the number of transactions of each class by time step:\n",
        "<br>\n",
        "\n",
        "<br>\n",
        "\n",
        "![table12.png]()"
      ],
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      "source": [
        "unknown_count = grouped_class[grouped_class['class'] == 3]\n",
        "illicit_count = grouped_class[grouped_class['class'] == 1]\n",
        "licit_count = grouped_class[grouped_class['class'] == 2]\n",
        "\n",
        "frames = [unknown_count, illicit_count, licit_count]\n",
        "df_count_distribution = pd.concat(frames)\n",
        "df_count_distribution.rename(columns={0: 'counts'}).sort_values('Time step')"
      ],
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      "execution_count": null,
      "outputs": [
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              "     Time step  class  counts\n",
              "2            1      3    5733\n",
              "0            1      1      17\n",
              "1            1      2    2130\n",
              "5            2      3    3427\n",
              "3            2      1      18\n",
              "..         ...    ...     ...\n",
              "143         48      3    2483\n",
              "141         48      1      36\n",
              "144         49      1      56\n",
              "146         49      3    1978\n",
              "145         49      2     420\n",
              "\n",
              "[147 rows x 3 columns]"
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              "      <td>18</td>\n",
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              "      <th>...</th>\n",
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              "    <tr>\n",
              "      <th>143</th>\n",
              "      <td>48</td>\n",
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              "      <td>2483</td>\n",
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              "      <th>141</th>\n",
              "      <td>48</td>\n",
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              "    <tr>\n",
              "      <th>144</th>\n",
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              "      <td>56</td>\n",
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              "    <tr>\n",
              "      <th>146</th>\n",
              "      <td>49</td>\n",
              "      <td>3</td>\n",
              "      <td>1978</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>145</th>\n",
              "      <td>49</td>\n",
              "      <td>2</td>\n",
              "      <td>420</td>\n",
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              "<p>147 rows × 3 columns</p>\n",
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        "Feature analysis, some features show good correlation (Local_feature_53, Local_feature_55, Aggregate_feature_70, Aggregate_feature_39) while some features show bad correlation (Local_feature_70, Local_feature_15, Aggregate_feature_41, Aggregate_feature_42):"
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    },
    {
      "cell_type": "code",
      "source": [
        "print(\"\\nFeatures showing good correlation for classification and explainability : \\n\")\n",
        "\n",
        "good_correlation_features = ['Local_feature_53', 'Local_feature_55', 'Aggregate_feature_70', 'Aggregate_feature_39']\n",
        "\n",
        "for feat in good_correlation_features:\n",
        "  plt.figure(figsize=(12, 8))\n",
        "  grouped = df_txs_features.groupby(['Time step', 'class'])[feat].mean().reset_index()\n",
        "  grouped.loc[grouped['class'] == 1, 'class'] = 'illicit'\n",
        "  grouped.loc[grouped['class'] == 2, 'class'] = 'licit'\n",
        "  grouped.loc[grouped['class'] == 3, 'class'] = 'unknown'\n",
        "  sns.lineplot(x='Time step', y=feat, hue='class', data=grouped[grouped['class']=='unknown'], palette='Oranges');\n",
        "  sns.lineplot(x='Time step', y=feat, hue='class', data=grouped[grouped['class']=='illicit'], palette='Set1');\n",
        "  sns.lineplot(x='Time step', y=feat, hue='class', data=grouped[grouped['class']=='licit'], palette='Dark2');\n",
        "  plt.legend(loc=(1.0, 0.8));\n",
        "  plt.title(feat);"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 1000
        },
        "id": "TWEsubrBq_a8",
        "outputId": "8a4aed7c-8efc-414c-c495-c7104c44ce4b"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "\n",
            "Features showing good correlation for classification and explainability : \n",
            "\n"
          ]
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<Figure size 864x576 with 0 Axes>"
            ]
          },
          "metadata": {},
          "execution_count": 19
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<matplotlib.axes._subplots.AxesSubplot at 0x7f0901e73880>"
            ]
          },
          "metadata": {},
          "execution_count": 19
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<matplotlib.axes._subplots.AxesSubplot at 0x7f0901e73880>"
            ]
          },
          "metadata": {},
          "execution_count": 19
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<matplotlib.axes._subplots.AxesSubplot at 0x7f0901e73880>"
            ]
          },
          "metadata": {},
          "execution_count": 19
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<matplotlib.legend.Legend at 0x7f0901e7ccd0>"
            ]
          },
          "metadata": {},
          "execution_count": 19
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "Text(0.5, 1.0, 'Local_feature_53')"
            ]
          },
          "metadata": {},
          "execution_count": 19
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<Figure size 864x576 with 0 Axes>"
            ]
          },
          "metadata": {},
          "execution_count": 19
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<matplotlib.axes._subplots.AxesSubplot at 0x7f0901e93a00>"
            ]
          },
          "metadata": {},
          "execution_count": 19
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<matplotlib.axes._subplots.AxesSubplot at 0x7f0901e93a00>"
            ]
          },
          "metadata": {},
          "execution_count": 19
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<matplotlib.axes._subplots.AxesSubplot at 0x7f0901e93a00>"
            ]
          },
          "metadata": {},
          "execution_count": 19
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<matplotlib.legend.Legend at 0x7f0901eb3490>"
            ]
          },
          "metadata": {},
          "execution_count": 19
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "Text(0.5, 1.0, 'Local_feature_55')"
            ]
          },
          "metadata": {},
          "execution_count": 19
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<Figure size 864x576 with 0 Axes>"
            ]
          },
          "metadata": {},
          "execution_count": 19
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<matplotlib.axes._subplots.AxesSubplot at 0x7f0900c76430>"
            ]
          },
          "metadata": {},
          "execution_count": 19
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<matplotlib.axes._subplots.AxesSubplot at 0x7f0900c76430>"
            ]
          },
          "metadata": {},
          "execution_count": 19
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<matplotlib.axes._subplots.AxesSubplot at 0x7f0900c76430>"
            ]
          },
          "metadata": {},
          "execution_count": 19
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<matplotlib.legend.Legend at 0x7f0900bf46d0>"
            ]
          },
          "metadata": {},
          "execution_count": 19
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "Text(0.5, 1.0, 'Aggregate_feature_70')"
            ]
          },
          "metadata": {},
          "execution_count": 19
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<Figure size 864x576 with 0 Axes>"
            ]
          },
          "metadata": {},
          "execution_count": 19
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<matplotlib.axes._subplots.AxesSubplot at 0x7f0900e2e7f0>"
            ]
          },
          "metadata": {},
          "execution_count": 19
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<matplotlib.axes._subplots.AxesSubplot at 0x7f0900e2e7f0>"
            ]
          },
          "metadata": {},
          "execution_count": 19
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<matplotlib.axes._subplots.AxesSubplot at 0x7f0900e2e7f0>"
            ]
          },
          "metadata": {},
          "execution_count": 19
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<matplotlib.legend.Legend at 0x7f0900b432b0>"
            ]
          },
          "metadata": {},
          "execution_count": 19
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "Text(0.5, 1.0, 'Aggregate_feature_39')"
            ]
          },
          "metadata": {},
          "execution_count": 19
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 864x576 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 864x576 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 864x576 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 864x576 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "print(\"\\nFeatures showing bad correlation for classification and explainability : \\n\")\n",
        "\n",
        "bad_correlation_features = ['Local_feature_70', 'Local_feature_15', 'Aggregate_feature_41', 'Aggregate_feature_42']\n",
        "\n",
        "for feat in bad_correlation_features:\n",
        "  plt.figure(figsize=(12, 8))\n",
        "  grouped = df_txs_features.groupby(['Time step', 'class'])[feat].mean().reset_index()\n",
        "  grouped.loc[grouped['class'] == 1, 'class'] = 'illicit'\n",
        "  grouped.loc[grouped['class'] == 2, 'class'] = 'licit'\n",
        "  grouped.loc[grouped['class'] == 3, 'class'] = 'unknown'\n",
        "  sns.lineplot(x='Time step', y=feat, hue='class', data=grouped[grouped['class']=='unknown'], palette='Oranges');\n",
        "  sns.lineplot(x='Time step', y=feat, hue='class', data=grouped[grouped['class']=='illicit'], palette='Set1');\n",
        "  sns.lineplot(x='Time step', y=feat, hue='class', data=grouped[grouped['class']=='licit'], palette='Dark2');\n",
        "  plt.legend(loc=(1.0, 0.8));\n",
        "  plt.title(feat);"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 1000
        },
        "id": "3oyeVLacq_V4",
        "outputId": "87158976-6d64-46de-f691-d7217db40384"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "\n",
            "Features showing bad correlation for classification and explainability : \n",
            "\n"
          ]
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<Figure size 864x576 with 0 Axes>"
            ]
          },
          "metadata": {},
          "execution_count": 20
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<matplotlib.axes._subplots.AxesSubplot at 0x7f0902032430>"
            ]
          },
          "metadata": {},
          "execution_count": 20
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<matplotlib.axes._subplots.AxesSubplot at 0x7f0902032430>"
            ]
          },
          "metadata": {},
          "execution_count": 20
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<matplotlib.axes._subplots.AxesSubplot at 0x7f0902032430>"
            ]
          },
          "metadata": {},
          "execution_count": 20
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<matplotlib.legend.Legend at 0x7f0900a84b80>"
            ]
          },
          "metadata": {},
          "execution_count": 20
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "Text(0.5, 1.0, 'Local_feature_70')"
            ]
          },
          "metadata": {},
          "execution_count": 20
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<Figure size 864x576 with 0 Axes>"
            ]
          },
          "metadata": {},
          "execution_count": 20
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<matplotlib.axes._subplots.AxesSubplot at 0x7f0900ab32e0>"
            ]
          },
          "metadata": {},
          "execution_count": 20
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<matplotlib.axes._subplots.AxesSubplot at 0x7f0900ab32e0>"
            ]
          },
          "metadata": {},
          "execution_count": 20
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<matplotlib.axes._subplots.AxesSubplot at 0x7f0900ab32e0>"
            ]
          },
          "metadata": {},
          "execution_count": 20
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<matplotlib.legend.Legend at 0x7f0900a9d190>"
            ]
          },
          "metadata": {},
          "execution_count": 20
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "Text(0.5, 1.0, 'Local_feature_15')"
            ]
          },
          "metadata": {},
          "execution_count": 20
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<Figure size 864x576 with 0 Axes>"
            ]
          },
          "metadata": {},
          "execution_count": 20
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<matplotlib.axes._subplots.AxesSubplot at 0x7f0900a22be0>"
            ]
          },
          "metadata": {},
          "execution_count": 20
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<matplotlib.axes._subplots.AxesSubplot at 0x7f0900a22be0>"
            ]
          },
          "metadata": {},
          "execution_count": 20
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<matplotlib.axes._subplots.AxesSubplot at 0x7f0900a22be0>"
            ]
          },
          "metadata": {},
          "execution_count": 20
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<matplotlib.legend.Legend at 0x7f09009d6ca0>"
            ]
          },
          "metadata": {},
          "execution_count": 20
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "Text(0.5, 1.0, 'Aggregate_feature_41')"
            ]
          },
          "metadata": {},
          "execution_count": 20
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<Figure size 864x576 with 0 Axes>"
            ]
          },
          "metadata": {},
          "execution_count": 20
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<matplotlib.axes._subplots.AxesSubplot at 0x7f09009b3c70>"
            ]
          },
          "metadata": {},
          "execution_count": 20
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<matplotlib.axes._subplots.AxesSubplot at 0x7f09009b3c70>"
            ]
          },
          "metadata": {},
          "execution_count": 20
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<matplotlib.axes._subplots.AxesSubplot at 0x7f09009b3c70>"
            ]
          },
          "metadata": {},
          "execution_count": 20
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<matplotlib.legend.Legend at 0x7f0900ad7370>"
            ]
          },
          "metadata": {},
          "execution_count": 20
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "Text(0.5, 1.0, 'Aggregate_feature_42')"
            ]
          },
          "metadata": {},
          "execution_count": 20
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 864x576 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 864x576 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 864x576 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 864x576 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [],
      "metadata": {
        "id": "kX5ORSsZqMVx"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "source": [
        "# **Acknowledgements**\n",
        "\n",
        "\n",
        "---\n",
        "---\n",
        "\n",
        "\n",
        "Released by: Youssef Elmougy, Ling Liu\n",
        "\n",
        "\n",
        "\n",
        "School of Computer Science, Georgia Institute of Technology\n",
        "\n",
        "Contact: yelmougy3@gatech.edu\n",
        "\n",
        "\n",
        "---\n",
        "\n",
        "Github Repository: [https://www.github.com/git-disl/EllipticPlusPlus](https://www.github.com/git-disl/EllipticPlusPlus)\n",
        "\n",
        "\n",
        "If you use our dataset in your work, please cite our paper:\n",
        "\n",
        "\n",
        "\n",
        "\n",
        "\n",
        ">> Youssef Elmougy and Ling Liu. 2023. Demystifying Fraudulent Transactions and Illicit Nodes in the Bitcoin Network for Financial Forensics.\n",
        "\n",
        "---\n",
        "\n"
      ],
      "metadata": {
        "id": "BwrFHYfy5hrz"
      }
    }
  ]
}